The aim of this paper is to obtain at least three solutions for a Neumann problem involving the p(x)-biharmonic operator. The main tool used for obtaining our result is a three critical points theorem established by Ricceri
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
The aim of this paper is to obtain at least three solutions for a Neumann problem involving the p(x)...
Abstract. The existence of at least three weak solutions is established for a class of quasilinear e...
Abstract. The existence of infinitely many solutions is established for a class of nonlinear functio...
In this paper, we establish the existence of at least three solutions to a Navier boundary problem i...
AbstractIn this paper, we investigate the existence of multiple solutions for a class of biharmonic ...
We provide a new multiplicity result for a weighted p(x)-biharmonic problem on a bounded domain Ω of...
We provide a new multiplicity result for a weighted p(x)-biharmonic problem on a bounded domain Ω of...
Abstract. In this note we prove the existence of an open interval]λ′, λ′′ [ for each λ of which a Ne...
We provide a new multiplicity result for a weighted p(x)-biharmonic problem on a bounded domain Ω of...
We provide a new multiplicity result for a weighted p(x)-biharmonic problem on a bounded domain Ω of...
We prove the existence of infinitely many solutions for p-biharmonic problems in a bounded, smooth d...
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
The aim of this paper is to obtain at least three solutions for a Neumann problem involving the p(x)...
Abstract. The existence of at least three weak solutions is established for a class of quasilinear e...
Abstract. The existence of infinitely many solutions is established for a class of nonlinear functio...
In this paper, we establish the existence of at least three solutions to a Navier boundary problem i...
AbstractIn this paper, we investigate the existence of multiple solutions for a class of biharmonic ...
We provide a new multiplicity result for a weighted p(x)-biharmonic problem on a bounded domain Ω of...
We provide a new multiplicity result for a weighted p(x)-biharmonic problem on a bounded domain Ω of...
Abstract. In this note we prove the existence of an open interval]λ′, λ′′ [ for each λ of which a Ne...
We provide a new multiplicity result for a weighted p(x)-biharmonic problem on a bounded domain Ω of...
We provide a new multiplicity result for a weighted p(x)-biharmonic problem on a bounded domain Ω of...
We prove the existence of infinitely many solutions for p-biharmonic problems in a bounded, smooth d...
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
In this article, exploiting variational methods, the existence of multiple weak solutions for a clas...
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